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In an experiment to study the growth of bacteria, a medical student measured 5000 bacteria at t=0 minutes and 8000 at t=10 minutes. Assuming the growth of bacteria is exponential, how many bacteria are present at t=30 minutes.
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I'm having a hard time finding constant 'k'. Or modeling it in general...
A= Pe^rt A/P = e^rt ln(A/P) = rt ln(A/P)/t = r
one sec.
ln(8000/5000)/10 = r
Oh, I DO know P. I didn't think I did, but it's just 5000. Thanks!
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